ABOUT ME

Doctoral student at Inria Paris in the project-team COSMIQ since October 2022, under the supervision of Léo Perrin and Anne Canteaut. I work in Symmetric Cryptography. The current title of my thesis is: "Analysis of the security of Arithmetization-Oriented symmetric primitives". I am studying primitives such as Rescue, Anemoi, Griffin, and Arion.

Aurélien Boeuf

Ph.D Student at Inria Paris

CONTACT

aurelien [dot] boeuf [at] inria [dot] fr
Address:
Centre de recherche Inria de Paris
EPI COSMIQ
2 rue Simone Iff
CS 42112
75589 Paris Cedex 12
France
Office: C201

EDUCATION

2022-2025: Ph.D in Cryptography at Inria Paris.
2021-2022: M2 of the Parisian Master of Research in Computer Science (MPRI) [Double Degree].
2019-2022: M.Sc. in Engineering at Télécom-Paris (IPParis).
2017-2019: Preparatory School in Mathematics and Physics at Lycée Montaigne in Bordeaux.

TEACHING

2022-2023, first semester
Functional Programming (LU2IN019) practical classes for second-year bachelor students at Sorbonne Université.

TALKS

Propagation of Subspaces in Primitives with Monomial Sboxes: Applications to Rescue and Variants of the AES.
- Simula UiB Seminar, at Simula UiB Department of Cryptography, Bergen, Norway, June 2023. [Slides]
- Journées C2 2023, Najac, France, October 2023. [Website] [Slides]
- LIP6 ALMASTY Seminar, at Sorbonne Université, Paris, France, March 2024. [Website] [Slides]
- FSE 2024 (Award paper), Leuven, Belgium, March 2024. [Website] [Slides]
The Algebraic Freelunch: Efficient Gröbner Basis Attacks Against Arithmetization-Oriented Primitives.
- COSMIQ Seminar, at Inria Paris, France, May 2024. [Slides]

PUBLICATIONS

Aurélien Boeuf, Anne Canteaut and Léo Perrin. Propagation of Subspaces in Primitives with Monomial Sboxes: Applications to Rescue and Variants of the AES. IACR Transactions on Symmetric Cryptology, 2023(4), 270–298. [Go to tosc.iacr.org] *Best paper award*
Augustin Bariant, Aurélien Boeuf, Axel Lemoine, Irati Manterola Ayala, Morten Øygarden, Léo Perrin and Håvard Raddum. The Algebraic FreeLunch: Efficient Gröbner Basis Attacks Against Arithmetization-Oriented Primitives. Crypto 2024. [Go to eprint.iacr.org]